Chi-Tech
test/framework/chi_math/Quadrature/gold/quadrature_test1.lua.gold
[0] Parsing argument 1 quadrature_test1.lua
␛[0m[0] Parsing argument 2 --suppress_color
␛[0m[0] Parsing argument 3 --supress_beg_end_timelog
[0] Parsing argument 4 master_export=false
[0] ChiTech number of arguments supplied: 4
GOLD_BEGIN
[0] Initializing Gauss-Legendre Quadrature with 4 q-points
[0] root[0]=-0.861136, weight=0.347855
[0] root[1]=-0.339981, weight=0.652145
[0] root[2]=0.339981, weight=0.652145
[0] root[3]=0.861136, weight=0.347855
qpoints:
1 table
1 -0.86113631159405
2 0.0
3 0.0
2 table
1 -0.33998104358486
2 0.0
3 0.0
3 table
1 0.33998104358486
2 0.0
3 0.0
4 table
1 0.86113631159405
2 0.0
3 0.0
weights:
1 0.34785484513745
2 0.65214515486255
3 0.65214515486255
4 0.34785484513745
[0] Initializing Gauss-Chebyshev Quadrature with 4 q-points
[0] root[0]=-0.92388, weight=0.785398
[0] root[1]=-0.382683, weight=0.785398
[0] root[2]=0.382683, weight=0.785398
[0] root[3]=0.92388, weight=0.785398
qpoints:
1 table
1 -0.92387953251129
2 0.0
3 0.0
2 table
1 -0.38268343236509
2 0.0
3 0.0
3 table
1 0.38268343236509
2 0.0
3 0.0
4 table
1 0.92387953251129
2 0.0
3 0.0
weights:
1 0.78539816339745
2 0.78539816339745
3 0.78539816339745
4 0.78539816339745
chiLegendre(0, 0.25) 1.0
chiLegendre(1, 0.25) 0.25
chiYlm(0, 0, 45*math.pi/180.0, 45*math.pi/180.0) 1.0
chiYlm(1, 0, 45*math.pi/180.0, 45*math.pi/180.0) 0.70710678118655
GOLD_END
void chiLegendre(int N, double x)
void chiYlm(int ell, int m, double theta, double varphi)
void chiLegendreDerivative(int N, double x)
double Legendre(int N, double x)
Definition: legendrepoly.cc:11